{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "2fc30c72",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>月份</th>\n",
       "      <th>语文</th>\n",
       "      <th>数学</th>\n",
       "      <th>英语</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1月</td>\n",
       "      <td>96</td>\n",
       "      <td>81</td>\n",
       "      <td>97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2月</td>\n",
       "      <td>100</td>\n",
       "      <td>73</td>\n",
       "      <td>99</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3月</td>\n",
       "      <td>62</td>\n",
       "      <td>100</td>\n",
       "      <td>67</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4月</td>\n",
       "      <td>63</td>\n",
       "      <td>100</td>\n",
       "      <td>84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5月</td>\n",
       "      <td>71</td>\n",
       "      <td>82</td>\n",
       "      <td>92</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   月份   语文   数学  英语\n",
       "0  1月   96   81  97\n",
       "1  2月  100   73  99\n",
       "2  3月   62  100  67\n",
       "3  4月   63  100  84\n",
       "4  5月   71   82  92"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "df = pd.read_excel('d:\\\\MyFile\\\\WareHouse\\\\Gitee\\\\daily_code\\\\期末\\\\4\\\\plot.xlsx', sheet_name='line')\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "57bb772c",
   "metadata": {},
   "outputs": [],
   "source": [
    "x, y1, y2, y3 = df['月份'], df['语文'], df['数学'], df['英语']\n",
    "#x, y = df.年份, df.销售额 一般推荐第一种写法"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1b5d9b63",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "\n",
    "plt.rcParams['axes.unicode_minus'] = False#解决负号显示问题\n",
    "plt.rcParams[\"font.sans-serif\"]=\"SimHei\"#中文显示\n",
    "\n",
    "x, y1, y2, y3 = df['月份'], df['语文'], df['数学'], df['英语']\n",
    "\n",
    "# 画折线图\n",
    "# 画布大小\n",
    "plt.figure(figsize=(7, 4))\n",
    "\n",
    "# ms: marker size 标记点的大小\n",
    "# alpha: 透明度 0~1之间，1表式不透明，0表式完全透明\n",
    "plt.plot(x, y1, label='语文', c='g', ls='--', marker='*', mfc='y', ms=10, alpha=0.5)\n",
    "plt.plot(x, y2, label='数学', c='b', ls='-.', marker='o', mfc='w', ms=10)\n",
    "plt.plot(x, y3, label='英语', c='r', ls=':', marker='+', mfc='w', ms=10, alpha=0.5)\n",
    "\n",
    "plt.yticks(range(0, 110, 10))  # y轴的刻度\n",
    "plt.ylabel('成绩')\n",
    "plt.xlabel('月份')\n",
    "plt.title('成绩的变化趋势')\n",
    "\n",
    "plt.legend()  # 图例\n",
    "plt.grid(axis='y')#可以是y，不填就是xy都有网格\n",
    "\n",
    "#plt.savefig('images/5-3.png')\n",
    "\n",
    "plt.show()"
   ]
  }
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